this is my weekly discussion. i need to know if the data supports the claim.

Continuing on with my problem from last week, I am interested in the population mean of how many hours a week an American spends working. | asked this question a few weeks back, and I have since asked it again during the week of Thanksgiving. I wonder if Americans will work less on a holiday week. As such, I would like to compare the average number of hours an American spends working on a normal week, versus a holiday week. Note that I care about comparing the population means, but only have sample data available to me. This is because I do not have access to the entire population of working Americans. Also note that I am only testing if Americans work less hours during a holiday week. Because of this, my hypotheses are Claim: [.11 > u2 H0:u15 u2 HA:u1>u2 Here, [11 is the average weekly hours worked on a normal week, and [12 is the average on a holiday week. Both are population parameters because I am trying to draw a conclusion beyond my sample. The Problem To test this hypothesis, I will use data from I gathered on facebook weeks ago when I asked people how many hours they worked that week, and the new data I gathered from facebook when | asked people how many hours they worked this week, the week of thanksgiving. The sample statistics are Old data, New data Sample Mean, (x) 44.5625, 28 Sample Standard Deviation, (s) 14.156124, 16.540859 Sample Size, (n) 16, 16 Do the data support the claim that the average number of hours worked this week on a holiday week was less